PC =? PI=12+00.00 T = ? E = ? L = ? Tangent, T = Degree, Da = Length, L = Long Chord, LC = MO = ? LC = ? R = 5730 ft I= 1°00'00" PT=? Questions 29-34: Calculate the remaining parts of the circular curve given above: External, E = Middle Ordinate, MO =

Q: Deflection angle Station A 85° I B 10° D 83° I D 63° I 34° I F 72° I G 30* I

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Q: AB and CB are tangents. If y 137.20 mm and ZABC 67.0°, find: a) 21 -y 21 b) x C

A: Step 1

Q: Draw the moment diagram for the beam. Click on "add discontinuity" to add discontinuity lines. Then…

A: Given : Required : Shear and moment diagram

Q: A traverse is run to set out a line MQ-1900 m at right angles to given line MN. The lengths and…

A: ####Calculation of length and bearing of line PQ of closed traverse MOPQMUsing lat. and dep. Of…

Q: QUESTION 3 Given the following, solve for the tangent distance: • D=5" • 1 = 50.924 NOTE: Solution…

A: Given data,  D = 5° I = 50.924°

Q: III. The parts of a spherical triangle are A = 59°, B = 132°, C = 90°, c = 122°, a = 46° or 134º, b…

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Q: Find the area A under the graph of y = x² + 1 and the x - axis on the interval [-2, 2]. Select one:…

A: The area under the graph is:

Q: Zbe a+ Zab-180 > iso Zbc N Zbe =atZab,t 180 265° <180 B Zcd N 40.20 234° 95° 30.10 C 28 126° A 79°…

A: Finding out bearing and azimuth.

Q: 3. Draw the diagram and show the elements or spiral curve parts of 4. Formula of spiral curve

A: When a turn has to be provided for changing the direction of the vehicle and this change can cause…

Q: Determine the location of PC and PT. Calculate the dimensions of the parts of our simple curve (use…

A: R=1718.87D=1718.873.5=573m

Q: The bearing of a line AB in a closed traverse ABCA is 137°30' and its length is 125.8 m. The…

A: Bearing of line AB: 137°30′Length of line AB: 125.8 mX-coordinate of point A: -5 mY-coordinate of…

Q: 6 ft – 3 ft →+ 3 ft - 17/El kips-ft2 34/El kips-ft2 -8/El kips-ft? 1/ΕΙ kips-ft e:

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Q: The unrolled lateral area of a right circular cone is similar to a ___. a. Sector of a circle where…

A: The development surface of the right circular cone of lateral height l  and base perimeter s is the…

Q: n the quadrilateral ABCD, the following angles are measured: Line AB is 500m long. Angle CAB =79°30'…

A: In the quadrilateral ABCD, the following angles are measured:Line AB is 500m long.Angle CAB…

Q: 1) For the given section shown: a) determine the area of the shaded portion ABCD; b) determine the…

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Q: e= 120° (PI = 2020 m PC /PT D= 3.5°

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Q: For angles use DMS. For distances go to two decimal places.  1. Based on the Right Triangle shown…

A: Given :- a right angle triangle with right angle at C.

Q: Find the coordinates of the centroid of the shape between the curve y = P+x² and the x- axis, for…

A: The objective of the question is to find the coordinates of the centroid of the shape formed between…

Q: 47.5 CM 108° 54 108 47.5 CM

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Q: Point (O) is the center of the circle, radius = 655 m, determine the area rimeter of the sector. AS…

A: r=655m

Q: Problem 5: Determine the moment of inertia of the section about its centroidal axis x and y. 75 mm…

A: Determine the moment of inertia of the section about its centroidal axis x and y.

Q: A compound curve has the following data: I, = 28°, I2 = 31°,D = 3°, and D2 = 4°. Find the stationing…

A: To Find :- station of P.C.C

Q: X Compute the area bounded by the polygon A, B, C, D, E, F and the circular segment area bounded by…

A: Pointx, fty, ftA500500B1000600C15001100D13002000E7001800F3001000Angle theta =47o

Q: Given Beam with FBD for Reactions 50 kN 2m 3m Solution for solving reactions 20 kN/m 5m Draw the…

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Q: Determine the coordinate direction angles of F1.

A: The expression for F1 in the Cartesian vector form is, The force F1 is first projected on x-y plane…

Q: Plot the traverse listed below: Line AzimuthS AB 218 degrees ВС 218 degrees CD 304 degrees DE 304…

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Q: Point P which is in the inner portion of the closed traverse ABCD, Solve for area with the given…

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Q: P7.33. Compute the slope and deflection at point C and the maximum deflection between A and B for…

A: Double integration is primarily for analyzing structures and calculating deflections, slopes, and…

Q: GIVEN THE DATA OF A VERTICAL CURVE BELOW, FIND EE' L = 200 g1 = -1.5% g2 = +2.5%

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Q: Determine the value of the slope at C in degrees. Answer in decimals (1 degree 1rad*180/pi) 6kN 4KN…

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Q: Find the area enclosed by the curve r = 5cosθ

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Q: Using Moment Area Method, determine the deflection at the point of application of the couple. 1200 N…

A: Given data:

Q: Given the following, solve for the external distance: • R=150.005m • 1-46

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Q: B 15 m 9 m -13.5 m- P= 18.0 kN FIND THE SIZE OF angles BAC, ACB, and CBA and FIND measurement of BC…

A: The figure is as shown below

Q: The bearing of a line AB in a closed traverse ABCA is 137°30' and its length is 125.8 m. The…

A: Bearing of line AB: 137°30′Length of line AB: 125.8 mX-coordinate of point A: -5 mY-coordinate of…

Q: The following are bearings taken on a closed compass traverse. Line Distance Bearing S37°30'E АВ…

A: Solve for length and bearing of line EA

Curve setting

A curve is a turn that is provided horizontally or vertically in the design of highways, railways, and runways. A curve connects two straight lines that are separated by the deflection angle. It helps to change the direction and alignment of the highways, railway tracks, and runways. Therefore, the gradual change in their alignment is made by using a curve to provide comfort to the passengers and this also provides an easy turn to change the direction of the moving vehicle.